1) twisted cube connected network
扭立方体连接网络
1.
In this paper, based on the routing algorithm presented in [1],the broadcasting algorithms in the twisted cube connected networks are presented for the single port and the multi port I/O models.
根据文献 [1 ]中给出的路由算法 ,提出了单端口 I/O与多端口 I/O两种模型下扭立方体连接网络上的广播算法 ,并证明了这些算法是广播步数最小的算法 。
2.
In this paper, based on the recursive property, it is proved that there are k binomial tree subgraphs in the twisted cube connected network, that is, k binomial trees can be embedded into the twisted cube connected network with dilation 1, congestion 1 and load 1 (0≤ k≤n ).
根据扭立方体连接网络结构的递归性 ,证明了 n维扭立方体连接网络中存在以任意顶点为根结点的k阶二项树子图 ,也就是说 k阶二项树可以最小的扩张、拥塞度和负载嵌入到 n维扭立方体连接网络中 ( 0≤ k≤n
3.
Based on the recursive property of twisted cube connected networks, this paper studies the problem of embedding the hypercube into the twisted cube connected network.
扭立方体连接网络是超立方体的一个变种，它具有良好的结构递归性和较理想的网络参数。
2) generalized cube-connected cycle network
推广立方连接圈网络
3) Fully Connected Cubic Network(FCCN)
全互连立方体网络(FCCN)
4) hypercube interconnection
超立方体连接
5) hypercube networks
超立方体网络
1.
Fault Tolerant Models and Fault Tolerant Routing Algorithms in Hypercube Networks with a Large Number of Faulty Nodes;
具有大量错误结点的超立方体网络容错模型和容错路由算法研究
2.
Fault tolerant routing algorithm on hypercube networks
故障超立方体网络中的路由算法
3.
Based on the conception of LIP and RSC,this paper proposed an efficient unicast fault-tolerant routing algorithm for hypercube networks.
基于LIP和RSC的概念,提出了一个有效的超立方体网络单播容错路由算法。
6) hypercube network
超立方体网络
1.
A probabilistic analysis on fault tolerance of hypercube networks;
超立方体网络容错性的概率分析
2.
Parallel fault tolerant routing algorithms in hypercube networks;
超立方体网络并行容错路由算法
3.
Research and Development of Simulation Laboratory Platform on Hypercube Networks;
超立方体网络模拟实验平台的研究与开发
补充资料：Hilbert立方体
Hilbert立方体
Hflbert cube
s沁口目s脚止)).这是一个内容丰富成果丰硕的研究领域. 【AI]中有绝好的介绍及参考文献.1翻卜时立方体〔f口加时。谕.;几几诵epT佃二.钾.，l HIIb叮空间(托1饮成sP别笼)l:的子空间，它的点x一(xl，xZ，…)满足条件0‘x，‘(合)一，，2，·…Hilbert立方体是一个紧统(印代甲aCtllnl)，拓扑等价(同胚)于可数多个区间的T叮oHoB积，即毛盯OHo.立方体(T泪如加v CUbe)I从。.这是具有可数基的度量空间类中的万有空间(u苗记岛沮sp即笼)(yP“coH摩粤化定理(Ul笋ohnn毖tri皿山nd笙幻reln)). B .A.nac卜川劝B撰【补注】到山比d立方体的拓扑结构是在无穷维拓扑这一领域内得到研究的(见无穷维空间(而丽记~dinrn-
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条